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arXiv research

A locally-built, LLM-digested index of recent arXiv papers in quant finance, geometry/topology, and statistical ML — keyword search served straight from SQLite on this machine.

169,341 papers · 148 categories

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0111 · Mar 201619922001200920182026
9 results for tensor-kernels

Estimates spatio-temporal Hawkes processes using tensor recovery.

problem Estimating influence functions for spatio-temporal Hawkes processes.
method Formulates influence function as a tensor kernel, assumes low-rank structure, solves as convex optimization problem.
result Provides theoretical guarantees and demonstrates efficiency with simulations.

Efficient tensor kernel method reduces memory usage and computational cost for sparse regression.

problem Memory and computational limitations in tensor kernel methods for sparse regression.
method Proposes a new tensor data layout and Nystrom subsampling approach to reduce memory and computational requirements.
result Improvements lead to more efficient tensor kernel methods for sparse regression.

Efficiently fine-tunes patient-independent seizure detection models with tensor kernel machine.

problem Improving seizure detection accuracy for wearable devices.
method Transfer learning with tensor kernel machine using canonical polyadic decomposition.
result Patient fine-tuned model achieves high performance with smaller model size.

New IP analysis for deep neural networks using Rényi's entropy and tensor kernels.

problem Estimating mutual information in high-dimensional hidden layers of deep neural networks.
method Matrix-based Rényi's entropy coupled with tensor kernels for convolutional layers.
result First comprehensive IP analysis of large-scale DNNs and CNNs.

New tensor kernels reduce mismatch between clustering and reconstruction objectives in deep learning.

problem Objective Function Mismatch in deep clustering.
method Proposed Unsupervised Companion Objectives (UCOs) with tensor kernels to address mismatch.
result Reduced OFM between clustering and reconstruction objectives, leading to improved clustering performance.

Develops SymGCP for tensor decompositions with general symmetry.

problem Handling symmetry in tensor decompositions for better model accuracy.
method Introduces SymGCP, a generalized CP decomposition that accounts for any subset of tensor modes' symmetry.
result SymGCP enables efficient and scalable tensor decomposition with improved model robustness and accuracy.